Mathematics · Differential Equations
The solution of the differential equation y2 dx + (x2 - xy + y2) dy = 0 is given by:
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- 1ln |x + √(x2 + y2)| + C = 0
- 2ln |v + √(x2 + y2)| + ln |y| + C = 0
- 32 tan-1(x/y) + ln |x| + C = 0
- 4tan-1(x/y) + ln |y| + C = 0✓
Correct answer
tan-1(x/y) + ln |y| + C = 0
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